{
 "cells": [
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "\n",
      "\u001b[1m[\u001b[0m\u001b[34;49mnotice\u001b[0m\u001b[1;39;49m]\u001b[0m\u001b[39;49m A new release of pip is available: \u001b[0m\u001b[31;49m23.2.1\u001b[0m\u001b[39;49m -> \u001b[0m\u001b[32;49m24.3.1\u001b[0m\n",
      "\u001b[1m[\u001b[0m\u001b[34;49mnotice\u001b[0m\u001b[1;39;49m]\u001b[0m\u001b[39;49m To update, run: \u001b[0m\u001b[32;49mpip install --upgrade pip\u001b[0m\n"
     ]
    }
   ],
   "source": [
    "!pip install -e .. sympy numpy matplotlib seaborn -q # Install dev version of smolagents + some packages"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "/Users/aymeric/venv/test/lib/python3.12/site-packages/tqdm/auto.py:21: TqdmWarning: IProgress not found. Please update jupyter and ipywidgets. See https://ipywidgets.readthedocs.io/en/stable/user_install.html\n",
      "  from .autonotebook import tqdm as notebook_tqdm\n",
      "Using the latest cached version of the dataset since m-ric/smolagentsbenchmark couldn't be found on the Hugging Face Hub\n",
      "Found the latest cached dataset configuration 'default' at /Users/aymeric/.cache/huggingface/datasets/m-ric___smolagentsbenchmark/default/0.0.0/0ad5fb2293ab185eece723a4ac0e4a7188f71add (last modified on Wed Jan  8 17:50:13 2025).\n"
     ]
    },
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>question</th>\n",
       "      <th>source</th>\n",
       "      <th>true_answer</th>\n",
       "      <th>true_reasoning</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>If Eliud Kipchoge could maintain his record-ma...</td>\n",
       "      <td>GAIA</td>\n",
       "      <td>17</td>\n",
       "      <td>None</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>How many studio albums were published by Merce...</td>\n",
       "      <td>GAIA</td>\n",
       "      <td>3</td>\n",
       "      <td>None</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>Here's a fun riddle that I think you'll enjoy....</td>\n",
       "      <td>GAIA</td>\n",
       "      <td>3</td>\n",
       "      <td>None</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>My family reunion is this week, and I was assi...</td>\n",
       "      <td>GAIA</td>\n",
       "      <td>2</td>\n",
       "      <td>None</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>In Emily Midkiff's June 2014 article in a jour...</td>\n",
       "      <td>GAIA</td>\n",
       "      <td>fluffy</td>\n",
       "      <td>None</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>...</th>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>127</th>\n",
       "      <td>What year was the municipality of San Carlos, ...</td>\n",
       "      <td>SimpleQA</td>\n",
       "      <td>1786</td>\n",
       "      <td>['https://en.wikipedia.org/wiki/San_Carlos,_An...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>128</th>\n",
       "      <td>In which year was Maria Elena Walsh named Illu...</td>\n",
       "      <td>SimpleQA</td>\n",
       "      <td>1985</td>\n",
       "      <td>['https://en.wikipedia.org/wiki/Mar%C3%ADa_Ele...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>129</th>\n",
       "      <td>What is the durability of the Istarelle spear ...</td>\n",
       "      <td>SimpleQA</td>\n",
       "      <td>800</td>\n",
       "      <td>['http://demonssouls.wikidot.com/spear', 'http...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>130</th>\n",
       "      <td>What is the number of the executive order that...</td>\n",
       "      <td>SimpleQA</td>\n",
       "      <td>7034</td>\n",
       "      <td>['https://www.loc.gov/collections/federal-thea...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>131</th>\n",
       "      <td>Within plus or minus one minute, when was Marq...</td>\n",
       "      <td>SimpleQA</td>\n",
       "      <td>77</td>\n",
       "      <td>['https://www.fifa.com/fifaplus/en/match-centr...</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>132 rows × 4 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "                                              question    source true_answer  \\\n",
       "0    If Eliud Kipchoge could maintain his record-ma...      GAIA          17   \n",
       "1    How many studio albums were published by Merce...      GAIA           3   \n",
       "2    Here's a fun riddle that I think you'll enjoy....      GAIA           3   \n",
       "3    My family reunion is this week, and I was assi...      GAIA           2   \n",
       "4    In Emily Midkiff's June 2014 article in a jour...      GAIA      fluffy   \n",
       "..                                                 ...       ...         ...   \n",
       "127  What year was the municipality of San Carlos, ...  SimpleQA        1786   \n",
       "128  In which year was Maria Elena Walsh named Illu...  SimpleQA        1985   \n",
       "129  What is the durability of the Istarelle spear ...  SimpleQA         800   \n",
       "130  What is the number of the executive order that...  SimpleQA        7034   \n",
       "131  Within plus or minus one minute, when was Marq...  SimpleQA          77   \n",
       "\n",
       "                                        true_reasoning  \n",
       "0                                                 None  \n",
       "1                                                 None  \n",
       "2                                                 None  \n",
       "3                                                 None  \n",
       "4                                                 None  \n",
       "..                                                 ...  \n",
       "127  ['https://en.wikipedia.org/wiki/San_Carlos,_An...  \n",
       "128  ['https://en.wikipedia.org/wiki/Mar%C3%ADa_Ele...  \n",
       "129  ['http://demonssouls.wikidot.com/spear', 'http...  \n",
       "130  ['https://www.loc.gov/collections/federal-thea...  \n",
       "131  ['https://www.fifa.com/fifaplus/en/match-centr...  \n",
       "\n",
       "[132 rows x 4 columns]"
      ]
     },
     "execution_count": 1,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "import datasets\n",
    "import pandas as pd\n",
    "\n",
    "eval_ds = datasets.load_dataset(\"m-ric/smolagentsbenchmark\")[\"train\"]\n",
    "pd.DataFrame(eval_ds)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Define utilities and tools\n",
    "To run the SERPAPI tool, you will need to have a [SerpAPI](https://serpapi.com/dashboard) API key: for this you need a paid account."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "/Users/aymeric/venv/test/lib/python3.12/site-packages/pydantic/_internal/_config.py:345: UserWarning: Valid config keys have changed in V2:\n",
      "* 'fields' has been removed\n",
      "  warnings.warn(message, UserWarning)\n"
     ]
    }
   ],
   "source": [
    "import time\n",
    "import json\n",
    "import os\n",
    "import re\n",
    "import string\n",
    "import warnings\n",
    "from tqdm import tqdm\n",
    "from typing import List\n",
    "\n",
    "from smolagents import (\n",
    "    GoogleSearchTool,\n",
    "    CodeAgent,\n",
    "    ToolCallingAgent,\n",
    "    HfApiModel,\n",
    "    AgentError,\n",
    "    VisitWebpageTool,\n",
    "    PythonInterpreterTool,\n",
    ")\n",
    "from smolagents.agents import ActionStep\n",
    "from dotenv import load_dotenv\n",
    "\n",
    "load_dotenv()\n",
    "os.makedirs(\"output\", exist_ok=True)\n",
    "\n",
    "\n",
    "def serialize_agent_error(obj):\n",
    "    if isinstance(obj, AgentError):\n",
    "        return {\"error_type\": obj.__class__.__name__, \"message\": obj.message}\n",
    "    else:\n",
    "        return str(obj)\n",
    "\n",
    "\n",
    "def answer_questions(eval_ds, file_name, agent, model_id, action_type):\n",
    "    answered_questions = []\n",
    "    if os.path.exists(file_name):\n",
    "        with open(file_name, \"r\") as f:\n",
    "            for line in f:\n",
    "                answered_questions.append(json.loads(line)[\"question\"])\n",
    "\n",
    "    for _, example in tqdm(enumerate(eval_ds), total=len(eval_ds)):\n",
    "        try:\n",
    "            question = example[\"question\"]\n",
    "            if example[\"source\"] == \"SimpleQA\":\n",
    "                question += \" Answer with only the final number.\"\n",
    "            if example[\"source\"] == \"MATH\":\n",
    "                question += \" Write code, not latex.\"\n",
    "            if question in answered_questions:\n",
    "                continue\n",
    "            start_time = time.time()\n",
    "            answer = agent.run(question)\n",
    "            end_time = time.time()\n",
    "            for step_log in agent.logs:\n",
    "                if hasattr(step_log, \"memory\"):\n",
    "                    step_log.memory = None\n",
    "\n",
    "            # Remove memory from logs to make them more compact.\n",
    "            for step in agent.logs:\n",
    "                if isinstance(step, ActionStep):\n",
    "                    step.agent_memory = None\n",
    "\n",
    "            annotated_example = {\n",
    "                \"model_id\": model_id,\n",
    "                \"agent_action_type\": action_type,\n",
    "                \"question\": question,\n",
    "                \"answer\": answer,\n",
    "                \"true_answer\": example[\"true_answer\"],\n",
    "                \"source\": example[\"source\"],\n",
    "                \"intermediate_steps\": str(agent.logs),\n",
    "                \"start_time\": start_time,\n",
    "                \"end_time\": end_time,\n",
    "                \"token_counts\": agent.monitor.get_total_token_counts(),\n",
    "            }\n",
    "\n",
    "            with open(file_name, \"a\") as f:\n",
    "                json.dump(annotated_example, f, default=serialize_agent_error)\n",
    "                f.write(\"\\n\")  # add a newline for JSONL format\n",
    "        except Exception as e:\n",
    "            print(\"Failed:\", e)\n",
    "\n",
    "\n",
    "def normalize_number_str(number_str: str) -> float:\n",
    "    # we replace these common units and commas to allow\n",
    "    # conversion to float\n",
    "    for char in [\"$\", \"%\", \",\"]:\n",
    "        number_str = number_str.replace(char, \"\")\n",
    "    try:\n",
    "        return float(number_str)\n",
    "    except ValueError:\n",
    "        return float(\"inf\")\n",
    "\n",
    "\n",
    "def split_string(\n",
    "    s: str,\n",
    "    char_list: list[str] = [\",\", \";\"],\n",
    ") -> list[str]:\n",
    "    pattern = f\"[{''.join(char_list)}]\"\n",
    "    return re.split(pattern, s)\n",
    "\n",
    "\n",
    "def is_float(element: any) -> bool:\n",
    "    try:\n",
    "        float(element)\n",
    "        return True\n",
    "    except ValueError:\n",
    "        return False\n",
    "\n",
    "\n",
    "def normalize_str(input_str, remove_punct=True) -> str:\n",
    "    \"\"\"\n",
    "    Normalize a string by:\n",
    "    - Removing all white spaces\n",
    "    - Optionally removing punctuation (if remove_punct is True)\n",
    "    - Converting to lowercase\n",
    "    Parameters:\n",
    "    - input_str: str, the string to normalize\n",
    "    - remove_punct: bool, whether to remove punctuation (default: True)\n",
    "    Returns:\n",
    "    - str, the normalized string\n",
    "    \"\"\"\n",
    "    # Remove all white spaces. Required e.g for seagull vs. sea gull\n",
    "    no_spaces = re.sub(r\"\\s\", \"\", input_str)\n",
    "\n",
    "    # Remove punctuation, if specified.\n",
    "    if remove_punct:\n",
    "        translator = str.maketrans(\"\", \"\", string.punctuation)\n",
    "        return no_spaces.lower().translate(translator)\n",
    "    else:\n",
    "        return no_spaces.lower()\n",
    "\n",
    "\n",
    "def extract_numbers(text: str) -> List[str]:\n",
    "    \"\"\"This pattern matches:\n",
    "    - Optional negative sign\n",
    "    - Numbers with optional comma thousand separators\n",
    "    - Optional decimal points with decimal numbers\n",
    "    \"\"\"\n",
    "    pattern = r\"-?(?:\\d{1,3}(?:,\\d{3})+|\\d+)(?:\\.\\d+)?\"\n",
    "\n",
    "    return [el.replace(\",\", \"\") for el in re.findall(pattern, text)]\n",
    "\n",
    "\n",
    "def get_question_score_gaia(\n",
    "    model_answer: str,\n",
    "    ground_truth: str,\n",
    ") -> bool:\n",
    "    if is_float(ground_truth):\n",
    "        normalized_answer = normalize_number_str(str(model_answer))\n",
    "        return normalized_answer == float(ground_truth)\n",
    "\n",
    "    elif any(char in ground_truth for char in [\",\", \";\"]):  # if gt is a list\n",
    "        # question with the fish: normalization removes punct\n",
    "        gt_elems = split_string(ground_truth)\n",
    "        ma_elems = split_string(model_answer)\n",
    "\n",
    "        if len(gt_elems) != len(ma_elems):  # check length is the same\n",
    "            warnings.warn(\n",
    "                \"Answer lists have different lengths, returning False.\", UserWarning\n",
    "            )\n",
    "            return False\n",
    "\n",
    "        comparisons = []\n",
    "        for ma_elem, gt_elem in zip(\n",
    "            ma_elems, gt_elems\n",
    "        ):  # compare each element as float or str\n",
    "            if is_float(gt_elem):\n",
    "                normalized_ma_elem = normalize_number_str(ma_elem)\n",
    "                comparisons.append(normalized_ma_elem == float(gt_elem))\n",
    "            else:\n",
    "                # we do not remove punct since comparisons can include punct\n",
    "                comparisons.append(\n",
    "                    normalize_str(ma_elem, remove_punct=False)\n",
    "                    == normalize_str(gt_elem, remove_punct=False)\n",
    "                )\n",
    "        return all(comparisons)\n",
    "\n",
    "    else:  # if gt is a str\n",
    "        return normalize_str(model_answer) == normalize_str(ground_truth)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Run benchmark\n",
    "\n",
    "### Open models"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": [
    "open_model_ids = [\n",
    "    \"meta-llama/Llama-3.3-70B-Instruct\",\n",
    "    # \"Qwen/QwQ-32B-Preview\",\n",
    "    \"Qwen/Qwen2.5-72B-Instruct\",\n",
    "    \"Qwen/Qwen2.5-Coder-32B-Instruct\",\n",
    "    \"meta-llama/Llama-3.2-3B-Instruct\",\n",
    "    \"meta-llama/Llama-3.1-8B-Instruct\",\n",
    "    # \"HuggingFaceTB/SmolLM2-1.7B-Instruct\",\n",
    "    # \"meta-llama/Llama-3.1-70B-Instruct\",\n",
    "]\n",
    "\n",
    "for model_id in open_model_ids:\n",
    "    print(f\"Evaluating '{model_id}'...\")\n",
    "    # action_type = \"tool_calling\"\n",
    "    # agent = ToolCallingAgent(\n",
    "    #     tools=[GoogleSearchTool(), VisitWebpageTool(), PythonInterpreterTool()],\n",
    "    #     model=HfApiModel(model_id),\n",
    "    #     max_steps=10,\n",
    "    # )\n",
    "    # file_name = f\"output/{model_id.replace('/', '_')}-{action_type}-26-dec-2024.jsonl\"\n",
    "    # answer_questions(eval_ds, file_name, agent, model_id, action_type)\n",
    "\n",
    "    action_type = \"code\"\n",
    "    agent = CodeAgent(\n",
    "        tools=[GoogleSearchTool(), VisitWebpageTool()],\n",
    "        model=HfApiModel(model_id),\n",
    "        additional_authorized_imports=[\"numpy\", \"sympy\"],\n",
    "        max_steps=10,\n",
    "    )\n",
    "    file_name = f\"output/{model_id.replace('/', '_')}-{action_type}-26-dec-2024.jsonl\"\n",
    "    answer_questions(eval_ds, file_name, agent, model_id, action_type)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Closed models"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": [
    "from smolagents import LiteLLMModel\n",
    "\n",
    "litellm_model_ids = [\"gpt-4o\", \"anthropic/claude-3-5-sonnet-latest\"]\n",
    "\n",
    "for model_id in litellm_model_ids:\n",
    "    print(f\"Evaluating '{model_id}'...\")\n",
    "    action_type = \"tool_calling\"\n",
    "    agent = ToolCallingAgent(\n",
    "        tools=[\n",
    "            GoogleSearchTool(),\n",
    "            VisitWebpageTool(),\n",
    "            PythonInterpreterTool([\"numpy\", \"sympy\"]),\n",
    "        ],\n",
    "        model=LiteLLMModel(model_id),\n",
    "        max_steps=10,\n",
    "    )\n",
    "    file_name = f\"output/{model_id.replace('/', '_')}-{action_type}-26-dec-2024.jsonl\"\n",
    "    answer_questions(eval_ds, file_name, agent, model_id, action_type)\n",
    "\n",
    "    action_type = \"code\"\n",
    "    agent = CodeAgent(\n",
    "        tools=[GoogleSearchTool(), VisitWebpageTool()],\n",
    "        model=LiteLLMModel(model_id),\n",
    "        additional_authorized_imports=[\"numpy\"],\n",
    "        max_steps=10,\n",
    "    )\n",
    "    file_name = f\"output/{model_id.replace('/', '_')}-{action_type}-26-dec-2024.jsonl\"\n",
    "    answer_questions(eval_ds, file_name, agent, model_id, action_type)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "output/Qwen_Qwen2.5-Coder-32B-Instruct-code-26-dec-2024.jsonl\n",
      "Removed 109 lines.\n",
      "output/meta-llama_Llama-3.3-70B-Instruct-code-26-dec-2024.jsonl\n",
      "Removed 124 lines.\n",
      "output/Qwen_Qwen2.5-72B-Instruct-code-26-dec-2024.jsonl\n",
      "Removed 109 lines.\n",
      "output/anthropic_claude-3-5-sonnet-latest-tool_calling-26-dec-2024.jsonl\n",
      "Removed 109 lines.\n",
      "output/meta-llama_Llama-3.3-70B-Instruct-tool_calling-26-dec-2024.jsonl\n",
      "Removed 109 lines.\n",
      "output/anthropic_claude-3-5-sonnet-latest-code-26-dec-2024.jsonl\n",
      "Removed 109 lines.\n",
      "output/Qwen_Qwen2.5-72B-Instruct-tool_calling-26-dec-2024.jsonl\n",
      "Removed 99 lines.\n",
      "output/HuggingFaceTB_SmolLM2-1.7B-Instruct-code-26-dec-2024.jsonl\n",
      "Removed 109 lines.\n",
      "output/gpt-4o-code-26-dec-2024.jsonl\n",
      "Removed 109 lines.\n",
      "output/meta-llama_Llama-3.1-70B-Instruct-code-26-dec-2024.jsonl\n",
      "Removed 109 lines.\n",
      "output/meta-llama_Llama-3.2-3B-Instruct-code-26-dec-2024.jsonl\n",
      "Removed 109 lines.\n",
      "output/gpt-4o-tool_calling-26-dec-2024.jsonl\n",
      "Removed 109 lines.\n"
     ]
    }
   ],
   "source": [
    "# import glob\n",
    "# import json\n",
    "# jsonl_files = glob.glob(f\"output/*.jsonl\")\n",
    "\n",
    "# for file_path in jsonl_files:\n",
    "#     print(file_path)\n",
    "#     # Read all lines and filter out SimpleQA sources\n",
    "#     filtered_lines = []\n",
    "#     removed = 0\n",
    "#     with open(file_path, 'r', encoding='utf-8') as f:\n",
    "#         for line in f:\n",
    "#             try:\n",
    "#                 data = json.loads(line.strip())\n",
    "#                 if not any([question in data[\"question\"] for question in eval_ds[\"question\"]]):\n",
    "#                     removed +=1\n",
    "#                 else:\n",
    "#                     filtered_lines.append(line)\n",
    "#             except json.JSONDecodeError:\n",
    "#                 print(\"Invalid line:\", line)\n",
    "#                 continue  # Skip invalid JSON lines\n",
    "#     print(f\"Removed {removed} lines.\")\n",
    "#     # Write filtered content back to the same file\n",
    "#     with open(file_path, 'w', encoding='utf-8') as f:\n",
    "#         f.writelines(filtered_lines)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Score answers"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 66,
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "/var/folders/6m/9b1tts6d5w960j80wbw9tx3m0000gn/T/ipykernel_17219/1724525657.py:154: UserWarning:\n",
      "\n",
      "Answer lists have different lengths, returning False.\n",
      "\n"
     ]
    }
   ],
   "source": [
    "import pandas as pd\n",
    "import glob\n",
    "\n",
    "res = []\n",
    "for f in glob.glob(\"output/*.jsonl\"):\n",
    "    res.append(pd.read_json(f, lines=True))\n",
    "result_df = pd.concat(res)\n",
    "\n",
    "\n",
    "def get_correct(row):\n",
    "    if row[\"source\"] == \"MATH\":\n",
    "        numbers_answer = extract_numbers(str(row[\"answer\"]))\n",
    "        if len(numbers_answer) == 0:\n",
    "            return False\n",
    "        return float(numbers_answer[-1]) == float(row[\"true_answer\"])\n",
    "    else:\n",
    "        return get_question_score_gaia(str(row[\"answer\"]), str(row[\"true_answer\"]))\n",
    "\n",
    "\n",
    "result_df[\"correct\"] = result_df.apply(get_correct, axis=1)\n",
    "\n",
    "result_df = result_df.loc[\n",
    "    (result_df[\"agent_action_type\"] == \"code\")\n",
    "    & (\n",
    "        ~result_df[\"model_id\"].isin(\n",
    "            [\n",
    "                \"meta-llama/Llama-3.2-3B-Instruct\",\n",
    "                \"meta-llama/Llama-3.1-70B-Instruct\",\n",
    "                \"HuggingFaceTB/SmolLM2-1.7B-Instruct\",\n",
    "            ]\n",
    "        )\n",
    "    )\n",
    "]\n",
    "result_df = (\n",
    "    (result_df.groupby([\"model_id\", \"source\"])[[\"correct\"]].mean() * 100)\n",
    "    .round(1)\n",
    "    .reset_index()\n",
    ")\n",
    "result_df[\"type\"] = \"agent\""
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 67,
   "metadata": {},
   "outputs": [],
   "source": [
    "vanilla_data = [\n",
    "    [\"gpt-4o\", \"SimpleQA\", 38.2],\n",
    "    [\"gpt-4o\", \"GAIA\", 9.3],\n",
    "    [\"Qwen/Qwen2.5-72B-Instruct\", \"SimpleQA\", 9.1],\n",
    "    [\"anthropic/claude-3-5-sonnet-latest\", \"SimpleQA\", 28.4],\n",
    "    [\"gpt-4o\", \"GSM8K\", 94.3],\n",
    "    [\"anthropic/claude-3-5-sonnet-latest\", \"GSM8K\", 96.4],\n",
    "    [\"meta-llama/Llama-3.3-70B-Instruct\", \"GSM8K\", 95.1],\n",
    "    [\n",
    "        \"meta-llama/Llama-3.3-70B-Instruct\",\n",
    "        \"MATH\",\n",
    "        30.7,\n",
    "    ],  # As per Open LLM Leaderboard for 3.1, score for 3.3 is too low. https://huggingface.co/spaces/open-llm-leaderboard/open_llm_leaderboard#/?search=llama-3.1\n",
    "    [\n",
    "        \"Qwen/Qwen2.5-Coder-32B-Instruct\",\n",
    "        \"MATH\",\n",
    "        30.6,\n",
    "    ],  # As per Open LLM Leaderboard for the base model, score for instruct too low. https://huggingface.co/spaces/open-llm-leaderboard/open_llm_leaderboard#/?search=llama-3.1\n",
    "]\n",
    "\n",
    "df2 = pd.DataFrame(vanilla_data, columns=[\"model_id\", \"source\", \"correct\"])\n",
    "df2[\"type\"] = \"vanilla\"\n",
    "\n",
    "combined_df = pd.concat([result_df, df2], ignore_index=True)\n",
    "\n",
    "pivot_df = combined_df.pivot_table(\n",
    "    index=[\"model_id\", \"source\"],\n",
    "    columns=[\"type\"],\n",
    "    values=\"correct\",\n",
    "    fill_value=float(\"nan\"),\n",
    ").reset_index()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 68,
   "metadata": {},
   "outputs": [],
   "source": [
    "pivot_df = pivot_df.loc[~pivot_df[\"source\"].isin([\"GSM8K\"])]"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Display results"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 69,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th>type</th>\n",
       "      <th>model_id</th>\n",
       "      <th>source</th>\n",
       "      <th>agent</th>\n",
       "      <th>vanilla</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>Qwen/Qwen2.5-72B-Instruct</td>\n",
       "      <td>GAIA</td>\n",
       "      <td>12.5</td>\n",
       "      <td>NaN</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>Qwen/Qwen2.5-72B-Instruct</td>\n",
       "      <td>MATH</td>\n",
       "      <td>77.5</td>\n",
       "      <td>NaN</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>Qwen/Qwen2.5-72B-Instruct</td>\n",
       "      <td>SimpleQA</td>\n",
       "      <td>42.5</td>\n",
       "      <td>9.1</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>Qwen/Qwen2.5-Coder-32B-Instruct</td>\n",
       "      <td>GAIA</td>\n",
       "      <td>28.1</td>\n",
       "      <td>NaN</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>6</th>\n",
       "      <td>Qwen/Qwen2.5-Coder-32B-Instruct</td>\n",
       "      <td>MATH</td>\n",
       "      <td>85.0</td>\n",
       "      <td>30.6</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>7</th>\n",
       "      <td>Qwen/Qwen2.5-Coder-32B-Instruct</td>\n",
       "      <td>SimpleQA</td>\n",
       "      <td>42.5</td>\n",
       "      <td>NaN</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>8</th>\n",
       "      <td>anthropic/claude-3-5-sonnet-latest</td>\n",
       "      <td>GAIA</td>\n",
       "      <td>43.8</td>\n",
       "      <td>NaN</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>10</th>\n",
       "      <td>anthropic/claude-3-5-sonnet-latest</td>\n",
       "      <td>MATH</td>\n",
       "      <td>85.0</td>\n",
       "      <td>NaN</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>11</th>\n",
       "      <td>anthropic/claude-3-5-sonnet-latest</td>\n",
       "      <td>SimpleQA</td>\n",
       "      <td>47.5</td>\n",
       "      <td>28.4</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>12</th>\n",
       "      <td>gpt-4o</td>\n",
       "      <td>GAIA</td>\n",
       "      <td>25.0</td>\n",
       "      <td>9.3</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>14</th>\n",
       "      <td>gpt-4o</td>\n",
       "      <td>MATH</td>\n",
       "      <td>77.5</td>\n",
       "      <td>NaN</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>15</th>\n",
       "      <td>gpt-4o</td>\n",
       "      <td>SimpleQA</td>\n",
       "      <td>60.0</td>\n",
       "      <td>38.2</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>16</th>\n",
       "      <td>meta-llama/Llama-3.3-70B-Instruct</td>\n",
       "      <td>GAIA</td>\n",
       "      <td>21.9</td>\n",
       "      <td>NaN</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>18</th>\n",
       "      <td>meta-llama/Llama-3.3-70B-Instruct</td>\n",
       "      <td>MATH</td>\n",
       "      <td>82.1</td>\n",
       "      <td>30.7</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>19</th>\n",
       "      <td>meta-llama/Llama-3.3-70B-Instruct</td>\n",
       "      <td>SimpleQA</td>\n",
       "      <td>30.9</td>\n",
       "      <td>NaN</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "type                            model_id    source  agent  vanilla\n",
       "0              Qwen/Qwen2.5-72B-Instruct      GAIA   12.5      NaN\n",
       "2              Qwen/Qwen2.5-72B-Instruct      MATH   77.5      NaN\n",
       "3              Qwen/Qwen2.5-72B-Instruct  SimpleQA   42.5      9.1\n",
       "4        Qwen/Qwen2.5-Coder-32B-Instruct      GAIA   28.1      NaN\n",
       "6        Qwen/Qwen2.5-Coder-32B-Instruct      MATH   85.0     30.6\n",
       "7        Qwen/Qwen2.5-Coder-32B-Instruct  SimpleQA   42.5      NaN\n",
       "8     anthropic/claude-3-5-sonnet-latest      GAIA   43.8      NaN\n",
       "10    anthropic/claude-3-5-sonnet-latest      MATH   85.0      NaN\n",
       "11    anthropic/claude-3-5-sonnet-latest  SimpleQA   47.5     28.4\n",
       "12                                gpt-4o      GAIA   25.0      9.3\n",
       "14                                gpt-4o      MATH   77.5      NaN\n",
       "15                                gpt-4o  SimpleQA   60.0     38.2\n",
       "16     meta-llama/Llama-3.3-70B-Instruct      GAIA   21.9      NaN\n",
       "18     meta-llama/Llama-3.3-70B-Instruct      MATH   82.1     30.7\n",
       "19     meta-llama/Llama-3.3-70B-Instruct  SimpleQA   30.9      NaN"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "display(pivot_df)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 84,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": "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",
      "text/plain": [
       "<Figure size 1500x600 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "import matplotlib.pyplot as plt\n",
    "import numpy as np\n",
    "import pandas as pd\n",
    "from matplotlib.legend_handler import HandlerTuple  # Added import\n",
    "\n",
    "# Assuming pivot_df is your original dataframe\n",
    "models = pivot_df[\"model_id\"].unique()\n",
    "sources = pivot_df[\"source\"].unique()\n",
    "\n",
    "# Create figure and axis\n",
    "plt.style.use(\"seaborn-v0_8-white\")\n",
    "fig, ax = plt.subplots(figsize=(15, 6))\n",
    "\n",
    "# Set the width of each bar group and positions of the bars\n",
    "width = 0.15  # width of each bar\n",
    "spacing = 0.02  # space between bars within a group\n",
    "group_spacing = 0.2  # space between model groups\n",
    "\n",
    "# Calculate positions for the bars\n",
    "num_sources = len(sources)\n",
    "total_width_per_group = (width + spacing) * num_sources * 2  # *2 for agent and vanilla\n",
    "x = np.arange(len(models)) * (total_width_per_group + group_spacing)\n",
    "\n",
    "# Plot bars for each source\n",
    "for i, source in enumerate(sources):\n",
    "    source_data = pivot_df[pivot_df[\"source\"] == source]\n",
    "    agent_scores = [\n",
    "        source_data[source_data[\"model_id\"] == model][\"agent\"].values[0]\n",
    "        if len(source_data[source_data[\"model_id\"] == model]) > 0\n",
    "        else np.nan\n",
    "        for model in models\n",
    "    ]\n",
    "    vanilla_scores = [\n",
    "        source_data[source_data[\"model_id\"] == model][\"vanilla\"].values[0]\n",
    "        if len(source_data[source_data[\"model_id\"] == model]) > 0\n",
    "        else np.nan\n",
    "        for model in models\n",
    "    ]\n",
    "\n",
    "    # Position calculation for each pair of bars\n",
    "    pos = x + i * (width * 2 + spacing)\n",
    "\n",
    "    agent_bars = ax.bar(pos, agent_scores, width, label=f\"{source} (Agent)\", alpha=0.8)\n",
    "    vanilla_bars = ax.bar(\n",
    "        pos + width * 0.6,\n",
    "        vanilla_scores,\n",
    "        width,\n",
    "        hatch=\"////\",\n",
    "        alpha=0.5,\n",
    "        hatch_linewidth=2,\n",
    "        label=f\"{source} (Vanilla)\",\n",
    "        color=\"white\",\n",
    "        edgecolor=agent_bars[0].get_facecolor(),\n",
    "    )\n",
    "\n",
    "# Customize the plot\n",
    "ax.set_ylabel(\"Score\")\n",
    "ax.set_title(\"Model Performance Comparison\")\n",
    "\n",
    "# Set x-axis ticks in the middle of each group\n",
    "group_centers = x + (total_width_per_group - spacing) / 2\n",
    "ax.set_xticks(group_centers)\n",
    "\n",
    "# Wrap long model names to prevent overlap\n",
    "wrapped_labels = [\"\\n\".join(model.split(\"/\")) for model in models]\n",
    "ax.set_xticklabels(wrapped_labels, rotation=0, ha=\"center\")\n",
    "\n",
    "# Modify legend to combine agent and vanilla entries\n",
    "handles, labels = ax.get_legend_handles_labels()\n",
    "unique_sources = sources\n",
    "legend_elements = [\n",
    "    (handles[i * 2], handles[i * 2 + 1], labels[i * 2].replace(\" (Agent)\", \"\"))\n",
    "    for i in range(len(unique_sources))\n",
    "]\n",
    "custom_legend = ax.legend(\n",
    "    [\n",
    "        (agent_handle, vanilla_handle)\n",
    "        for agent_handle, vanilla_handle, _ in legend_elements\n",
    "    ],\n",
    "    [label for _, _, label in legend_elements],\n",
    "    handler_map={tuple: HandlerTuple(ndivide=None)},\n",
    "    bbox_to_anchor=(1.05, 1),\n",
    "    loc=\"upper left\",\n",
    ")\n",
    "\n",
    "ax.yaxis.grid(True, linestyle=\"--\", alpha=0.3)\n",
    "ax.set_ylim(bottom=0)\n",
    "plt.tight_layout()\n",
    "ax.spines[\"top\"].set_visible(False)\n",
    "ax.spines[\"right\"].set_visible(False)\n",
    "\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "metadata": {},
   "outputs": [
    {
     "ename": "NameError",
     "evalue": "name 'formatted_df' is not defined",
     "output_type": "error",
     "traceback": [
      "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m",
      "\u001b[0;31mNameError\u001b[0m                                 Traceback (most recent call last)",
      "Cell \u001b[0;32mIn[12], line 45\u001b[0m\n\u001b[1;32m     41\u001b[0m     \u001b[38;5;28;01mreturn\u001b[39;00m mathjax_table\n\u001b[1;32m     44\u001b[0m \u001b[38;5;66;03m# Usage (after running your previous data processing code):\u001b[39;00m\n\u001b[0;32m---> 45\u001b[0m mathjax_table \u001b[38;5;241m=\u001b[39m create_mathjax_table(pivot_df, \u001b[43mformatted_df\u001b[49m)\n\u001b[1;32m     46\u001b[0m \u001b[38;5;28mprint\u001b[39m(mathjax_table)\n",
      "\u001b[0;31mNameError\u001b[0m: name 'formatted_df' is not defined"
     ]
    }
   ],
   "source": [
    "def create_mathjax_table(pivot_df, formatted_df):\n",
    "    # Start the matrix environment with 4 columns\n",
    "    # l for left-aligned model and task, c for centered numbers\n",
    "    mathjax_table = \"\\\\begin{array}{llcc}\\n\"\n",
    "    mathjax_table += (\n",
    "        \"\\\\text{Model} & \\\\text{Task} & \\\\text{Agent} & \\\\text{Vanilla} \\\\\\\\\\n\"\n",
    "    )\n",
    "    mathjax_table += \"\\\\hline\\n\"\n",
    "\n",
    "    # Sort the DataFrame by model_id and source\n",
    "    formatted_df = formatted_df.sort_values([\"model_id\", \"source\"])\n",
    "\n",
    "    current_model = None\n",
    "    for _, row in formatted_df.iterrows():\n",
    "        model = row[\"model_id\"]\n",
    "        source = row[\"source\"]\n",
    "\n",
    "        # Add a horizontal line between different models\n",
    "        if current_model is not None and current_model != model:\n",
    "            mathjax_table += \"\\\\hline\\n\"\n",
    "\n",
    "        # Format model name\n",
    "        model_display = model.replace(\"_\", \"\\\\_\")\n",
    "        if \"Qwen\" in model or \"anthropic\" in model:\n",
    "            model_display = f\"\\\\textit{{{model_display}}}\"\n",
    "\n",
    "        # If it's the same model as previous row, use empty space\n",
    "        if current_model == model:\n",
    "            model_display = \"\\\\;\"\n",
    "\n",
    "        # Add the data row\n",
    "        mathjax_table += (\n",
    "            f\"{model_display} & {source} & {row['agent']} & {row['vanilla']} \\\\\\\\\\n\"\n",
    "        )\n",
    "\n",
    "        current_model = model\n",
    "\n",
    "    mathjax_table += \"\\\\hline\\n\"\n",
    "    mathjax_table += \"\\\\end{array}\"\n",
    "\n",
    "    return mathjax_table\n",
    "\n",
    "\n",
    "# Usage (after running your previous data processing code):\n",
    "mathjax_table = create_mathjax_table(pivot_df, formatted_df)\n",
    "print(mathjax_table)"
   ]
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "test",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.12.0"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 2
}
